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BOUNDS OF TOPOLOGICAL INDICES OF TENSOR PRODUCT OF GRAPH OPERATIONS
Far East Journal of Mathematical Sciences (FJMS), 2017 Muhammad Imran +3 more
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Analysis of bounded sets in a topological tensor product
Proceedings of the Indian Academy of Sciences - Section A, 1972The aim of this paper is to investigate the nature of bounded sets in a topological ∈-tensor product EX∈* F of any two locally convex topological vector spaces E and F over the same scalar field K. Next, we apply the results of this investigation to the study of each of the following: (a) Totally summable families in EX∈*F; (b ...
K. Jha
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Cartesian Closed Topological Categories and Tensor Products
Applied Categorical Structures, 2005 In the last years, the concept of Cartesian closed category has proved its utility not only for Mathematics but also for Computer Science. It is useful to study its properties in order to obtain more applications. In this context, this paper deals with the relationships between the tensor closedness of \({\mathcal M}od_{R}({\mathcal X})\), the category
Gavin J. Seal
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, 2003 6.1 Locally Convex Modules 6.2 Tensor Product of Modules 6.3 Base Change of Modules 6.4 Tensor Product of ...
Juan A. Navarro González +1 more
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Computing Some Topological Indices of Tensor Product of Graphs
, 2011A topological index of a molecular graph G is a numeric quantity related to G which is invariant under symmetry properties of G. In this paper we obtain the Randic, geometricarithmetic, first and second Zagreb indices , first and second Zagreb coindices of tensor product of two graphs and then the Harary, Schultz and modified Schultz indices of tensor ...
Z. Yarahmadi
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On Some Topological Indices of Tensor Product Graphs
International Journal of Mathematics Trends and Technology, 2018K.V.S.Sa rma, P. Courses, I. Uma, I. Rao
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Ordered Topological Tensor Products†
Proceedings of the London Mathematical Society, 1969 Anthony L. Peressini, D. R. Sherbert
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Fremlin tensor product behaves well with the unbounded order convergence
Acta Scientarum Mathematicarum, 2023Suppose $\Sigma$ is a topological space and $S(\Sigma)$ is the vector lattice of all equivalent classes of continuous real-valued functions defined on open dense subsets of $\Sigma$. In this paper, we establish some lattice and topological aspects of $S(\
O. Zabeti
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Low-rank and Smooth Tensor Recovery on Cartesian Product Graphs
International Conference on Sampling Theory and Applications, 2023Data science research has found great success with algorithms that leverage the structure of the topological space that the high-dimensional data lies on.
Mert Indibi, Selin Aviyente
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